**TI83F*
 AppVariable file 10/29/03, 16:41          L ;TRIGDERI ;9óGż§    - ? O ^ 
  ` Ý:ńŔ
[ {Trig  Derivatives Carl Spitznagel April 12, 2003 1 	 ,sine  	(5                                                     h                     0     `     ¸                           ČXŔ  Xä   D ˙áD    HD   HD	   î        0                        ŽŔ    c     B     B     Ĺ     	     ů                         P  	#               "$ "  " "
 "$ 83                     P  .cosine  	(7                                                     h                     0     `     ¸                             áÁÁŘ  "@`  " @˙á!@   @   "A    áĂ0        0                        §`    a    A     A     Â    	    ěŔ                         P  	,                                          Č° YČ ?     H
  H  Ü3                         P  /tangent  	(7                                                     h                     0     `     ¸                          Ç°  š Ŕ    ˙á   @  H@  ű`        0                        §`    a    A     A     Â    	    ěŔ                         P  	*                        @     @     @         @    Ŕ  8p ě D 0 |   @   @ P D  8p                         P  0cosecant  	(7                                                     h                     0     `     ¸                             áÇ°  HŔ   ˙á    H@  H@   ă`        0                        §`    a    A     A     Â    	    ěŔ                         P  	M                                                           ĂaÁŔÂ$"H (  (   (  $"J	  ÇÁÁ                                        P  .secant  	(5                                                     h                     0     `     ¸                            Ç`  H   ˙á    H  H  Ŕ        0                        ŽŔ    c     B     B     Ĺ     	     ů                         P  	B                                                    8pv<âŔv D  |2  @Ň  @( ( DH2 H 8pĚßpĚ                                     P  1cotangent  	(5                                                     h                     0     `     ¸                           ă`  D  D ˙áD   D  E   ăŔ        0                        ŽŔ    c     B     B     Ĺ     	     ů                         P  	4                         0      H                        (      x   Ă Â$           
  $   Ç 3                             P  \Inverse sine  	(@                                                             h                       0     `     ¸         |             Ŕ    äX Ř  ,ä  `  D  @˙ŕÄD  @   $D     $D    Îî 0         0                            ŽŔ     c      B      B      Ĺ      	      ů                             P  	,4                                      ŕ                                                              p                                             ˙˙˙˙˙        ˙˙˙˙                 0     H                 (    x   ;  ř  0   0         $   áŔ f   `      @                   P  Inverse cosine  	(B                                                                     h                          `  0       `       ¸                              p     ă v   D    D   ˙áC     @ (   D H    ă  Ě           0                                ŽŔ      c       B       B       Ĺ       	       ů                                 P  	,4                                                            á                                                                          ˙˙˙˙˙        ˙˙˙˙                 0     H                 (    x   ;  ř  0   0         $   áŔ f   `      @                   P  Inverse  tangent  	(A                                                                     h                          Ŕ  0    @  `    @  ¸    @       >@       @       ŕ    Ç,  ě   ň  0    ˘    ˙á˘      ˘  P   H˘     ÷            0                                ŽŔ      c       B       B       Ĺ       	       ů                                 P  	((                               0                                8                                ˙˙˙ř         Ŕ                 @    ŕ ě ŕ0        P                     P  Inverse cosecant  	
(A                                                                     h                          Ŕ  0    @  `    @  ¸    @       >@        @        ŕ     ă  ě    0       ˙á         P        ç            0                                ŽŔ      c       B       B       Ĺ       	       ů                                 P  	
,H                                         @       Ŕ        @        @        @        @        @        @        @        @        ŕ                                       Ŕ                 ˙˙˙˙˙˙ř             ˙˙˙˙ŕ    Ŕ        Ŕ               $                              <    ě    0Á ŕ  !â      b     P2
     2    3  Ŕ                                  P  Inverse  secant  	(A                                                                     h                          Ŕ  0    @  `    @  ¸    @       >@        @        ŕ    Ç  ě   H  0       ˙á       H  P   H                 0                                ŽŔ      c       B       B       Ĺ       	       ů                                 P  	,=                                                                                                                                                             ˙˙˙˙˙˙          ˙˙˙˙                  Ŕ                         @          ŕ  `ě   0 ţ         P      Ŕá     `                             P  Inverse  cotangent  	(A                                                                     h                          Ŕ  0    @  `    @  ¸    @       >@       @       ŕ     ă  ě   D  0   D    ˙áD      D  P   E      ă            0                                ŽŔ      c       B       B       Ĺ       	       ů                                 P  	(4                                                                                                                           Ŕ             ˙˙˙˙                   $                          <       ü               
        Ŕ 3                       P A
